Classification ACCOUNTING for SWAPS, OPTIONS & FORWARDS

Total Page:16

File Type:pdf, Size:1020Kb

Classification ACCOUNTING for SWAPS, OPTIONS & FORWARDS ACCOUNTING FOR SWAPS, OPTIONS & FORWARDS AND ACCOUNTING FOR COMPLEX FINANCIAL INSTRUMENTS - Anand Banka GET THE BASICS RIGHT!!! | What is a financial instrument? | Classification | Measurement | What is Equity? | What are the types of Hedges? | Decision vs. Accounting 1 DEFINITION: EQUITY | the instrument is an equity instrument if, and only if, both conditions (a) and (b) below are met. y The instrument includes no contractual obligation: | to deliver cash or another financial asset to another entity; or | to exchange financial assets or financial liabilities with another entity under conditions that are potentially unfavourable to the issuer DEFINITION: EQUITY …CONTD y If the instrument will or may be settled in the issuer’s own equity instruments, it is: | a non-derivative that includes no contractual obligation for the issuer to deliver a variable number of its own equity instruments; or | a derivative that will be settled only by the issuer exchanging a fixed amount of cash or another financial asset for a fixed number of its own equity instruments. For this purpose, rights, options or warrants to acquire a fixed number of the entity’s own equity instruments for a fixed amount of any currency are equity instruments if the entity offers the rights, options or warrants pro rata to all of its existing owners of the same class of its own non-derivative equity instruments. Apart from the aforesaid, the equity conversion option embedded in a convertible bond denominated in foreign currency to acquire a fixed number of the entity’s own equity instruments is an equity instrument if the exercise price is fixed in any currency. 2 INSTRUMENTS TO BE COVERED | Interest rates swaps | Stock index futures and options | Commodity futures and options | Currency futures and options | Other instruments May be for | Hedging | Speculation | Arbitrage RECOGNITION – CLASSIFICATION AND MEASUREMENT | Held for trading/ FVTPL | Measured at fair value | Subsequent – fair value, transfer to P/L | Fair value – quoted/ published prices/ transaction value 3 CALL OPTION - EXAMPLE | Option purchased on – 1st January 2013 | Contract size – 1,000 shares | Option price – Rs. 100 per share | Market price – Rs. 98 per share | Expiry date – April 30, 2013 | Premium – Rs. 400 Call Option (Asset) Dr 400 Cash Cr 400 CALL OPTION – EXAMPLE …..CONTD | Market Price on 31 March – Rs. 120 | FV? Call Option (Asset) Dr 20,000 Income Cr 20,000 Income Dr 300 Call Option (Asset) Cr 300 4 CALL OPTION – EXAMPLE …..CONTD | Settlement on 30 April | Market Price remains at Rs.Rs 120 Cash Dr 20,000 Expense Cr 100 Call Option (Asset) Cr 20,100 INTEREST RATE SWAP - EXAMPLE | Company issues Rs. 1,000,000 bonds | 5 yrs maturity | 8% Fixed Interest | Date of issue – 1st April 2012 Cash Dr 1,000,000 Bonds Payable Cr 1,000,000 5 INTEREST RATE SWAP – EXAMPLE …..CONTD | 5 year interest rate swap | Will receive 8% interest | Will pay variable rate (6.8% today) XYZ pays variable rate of 6.8% XYZ XZY pays fixed rate of XZY receives Company 8% fixed rate of 8% INTEREST RATE SWAP – EXAMPLE …..CONTD | Note: No entry required when Swap transaction entered into | However, FV of swap increases as the interest rate goes down and vice-versa | March 31: Interest Expense Dr 80,000 Cash (8% of 1,000,000) Cr 80,000 Cash (8%-6.8% Dr 12,000 Interest Expense Cr 12,000 6 INTEREST RATE SWAP – EXAMPLE …..CONTD | March 31: Swap Value Swap Contract (Valuation Assumed) Dr 40,000 Unrealised Gains (Income or Cr 40,000 Reserves??? Which Hedge???) Unrealised Gains Dr 40,000 Bonds Payable (WHY???) Cr 40,000 XYZ Company Balance Sheet as at 31 March COMMODITY FUTURES - EXAMPLE | December 2012: ABC company estimates purchase of 1,000 metric tons of Aluminum in April 2013 | Enters into Aluminum futures contract – 1,000 metric tons for $1,550 per ton | Note: No entry required on the date of entering into futures contract 7 COMMODITY FUTURES – EXAMPLE …..CONTD | March 31: Price for April future increased to $1,575 Futures Contract Dr 25,000 Unrealised Gains (Reserves or Cr 25,000 Income??? Which Hedge???) | April: Say price remains same… Aluminum inventory Dr 1,575,000 Cash Cr 1,575,000 Cash Dr 25,000 Futures Contract (Settlement) Cr 25,000 Why is inventory at 1,575,000? COMMODITY FUTURES – EXAMPLE …..CONTD | When the inventory is sold: Unrealised Gains Dr 25,000 Cost of Sales Cr 25,000 8 COMPOUND FI - EXAMPLE | Rs.1million 6% convertible debt | Repayable end year 3 | Market rate without conversion 10% Year Cash Flow DF NPV 1 60,000 0.909 54,545 2 60,000 0.826 49,587 3 60,000 0 .751751 45,079 3 1,000,000 0.751 751,000 Total 900,211 COMPOUND FI – EXAMPLE …..CONTD Particulars Debit Credit Cash 1,000,000 Liability 900,211 Equity 99,789 (Issue of convertible debt) Interest 90,021 Liability 30,021 C as h 60,000 (Finance charge year 1) 9 COMPOUND FI – EXAMPLE …..CONTD Particulars Debit Credit Interest 93,023 Liability 33,023 Cash 60,000 (Finance charge year 2) Interest 96,326 Liability 36,326 Cash 60,000 (Finance charge year 3) EMBEDDED DERIVATIVES An implicit or explicit term in a contract that makes a portion of the contract behave like a derivative/ change the original cash flows | Instruments with conversion features | Index-linked payments | Option to prepay debt | Transactions in ‘third currency’ 10 EXAMPLES Instrument Host Contract Embedded Derivative Debt Instrument ConvertibleConvertible bond DDeebtbt instrument CallCall option oonn equity securities Callable Debt Debt instrument Prepayment Option Equity Instrument Irredeemable convertible Ordinary shares/ Written call option preference shares Equity shares Leases Lease payments indexed to Operating lease Payment determined with inflation in a different economic reference to inflation-related environment index It is important to note that although the requirement to separate an embedded derivative from a host contract applies to both the parties to a contract, the accounting treatments in the books of both the parties might differ. For example, in the above case if the lessor and lessee are in different economic environments and the lease payments are determined with reference to inflation-related index of the lessor’s economic environment, only the lessee would be required to separate the embedded derivative EXAMPLES Instrument Host Contract Embedded Derivative Operating lease payable in Operating lease Foreign currency foreign currency denominated rent paymentntss– foreign exchange forward contacts Contingent rentals based on Operating lease Contingent Rentals related sales in operating lease contract Executory Contracts Purchase/ sale of goods in Purchase/ sale Foreign exchange forward foreign currency contract contract Purchase/ sale of goods with Purchase/ sale Option to make payment in option to make payment in contract alternative currencies alternative currencies 11 WHEN TO SEPARATE? Is the contract Would it be a Is it closely classified as ‘fair No derivative if it Yes related to the value through was free host contract? profit or loss’? standing? No Split & separately account CLOSELY RELATED? | IAS 39 does not define ‘closely related’ | In general termsterms, an embedded derivative that modifies an instrument's inherent risk would be considered as closely related (inflation indexed rentals) | Conversely, an embedded derivative that changes the nature of the risks of a contract would not be closely related (inflation of a 3rd country indexed rentals) 12 ACCOUNTING ON SEPARATION | Fair value the derivative | Reduce from the total cost | Residual is the value of host contract | No gain or loss on initial bifurcation ACCOUNTING | Apply IAS 32/39, or other applicable IFRSs if host is not a financial instrument | Measure the separated derivative at FVTPL | If it is difficult to separate the embedded derivative or otherwise if the entity intends not to do so, apply FVTPL to entire contract 13 CASE STUDY | An Indian company leases an aircraft from a Japan based company for 5 years. Monthly rentals of Euro 50,000 payable in arrears y What is the host contract? y Are there any derivatives embedded in it? y Do the derivatives need to be separated? SOLUTION | What is the host contract? y Lease contract (not carried at fair value) | Are there any derivatives embedded in it? y Yes, there are 60 embedded forward contracts to exchange Euro 50,000 for INR, which meet the definition of a derivative under IAS 39 | Do the embedded derivatives need to be separated upon entering into the lease contract? y Yes, each of these embedded forward contracts is a derivative that is within the scope of IAS 39 and is not closely related to the host contract 14 EXAMPLES | ABC Ltd. takes a loan with a bank. The contractually determined interest rate is calculated as [3 X LIBOR + 2] | Here, had the interest rate been [LIBOR + 2], the embedded derivate would have been said to be closely related to the underlying LIBOR rate and hence not separable. However, since the rate of interest depends on a multiple of LIBOR (called ‘leverage’ effect), the embedded derivate shall be separated REASSESSMENT | Assessment for separation when entity first becomes party to a contract | based on the conditions at that date | Re-assessment of embedded derivatives y Reassessment is prohibited unless | change in the terms of the contract that significantly modifies the cash flows 15 QUESTION | Which of the following contracts contain embedded derivatives that are required to be accounted for separately under IAS 39? Assume in all cases that the company is a UK company with a functional currency of Sterling. | A company has entered into a contract with a supplier in Eurozone (functional currency of Euro) to purchase inventory (cars). The contract is denominated in US Dollars. | A company has leased retail premises.
Recommended publications
  • Up to EUR 3,500,000.00 7% Fixed Rate Bonds Due 6 April 2026 ISIN
    Up to EUR 3,500,000.00 7% Fixed Rate Bonds due 6 April 2026 ISIN IT0005440976 Terms and Conditions Executed by EPizza S.p.A. 4126-6190-7500.7 This Terms and Conditions are dated 6 April 2021. EPizza S.p.A., a company limited by shares incorporated in Italy as a società per azioni, whose registered office is at Piazza Castello n. 19, 20123 Milan, Italy, enrolled with the companies’ register of Milan-Monza-Brianza- Lodi under No. and fiscal code No. 08950850969, VAT No. 08950850969 (the “Issuer”). *** The issue of up to EUR 3,500,000.00 (three million and five hundred thousand /00) 7% (seven per cent.) fixed rate bonds due 6 April 2026 (the “Bonds”) was authorised by the Board of Directors of the Issuer, by exercising the powers conferred to it by the Articles (as defined below), through a resolution passed on 26 March 2021. The Bonds shall be issued and held subject to and with the benefit of the provisions of this Terms and Conditions. All such provisions shall be binding on the Issuer, the Bondholders (and their successors in title) and all Persons claiming through or under them and shall endure for the benefit of the Bondholders (and their successors in title). The Bondholders (and their successors in title) are deemed to have notice of all the provisions of this Terms and Conditions and the Articles. Copies of each of the Articles and this Terms and Conditions are available for inspection during normal business hours at the registered office for the time being of the Issuer being, as at the date of this Terms and Conditions, at Piazza Castello n.
    [Show full text]
  • Finance: a Quantitative Introduction Chapter 9 Real Options Analysis
    Investment opportunities as options The option to defer More real options Some extensions Finance: A Quantitative Introduction Chapter 9 Real Options Analysis Nico van der Wijst 1 Finance: A Quantitative Introduction c Cambridge University Press Investment opportunities as options The option to defer More real options Some extensions 1 Investment opportunities as options 2 The option to defer 3 More real options 4 Some extensions 2 Finance: A Quantitative Introduction c Cambridge University Press Investment opportunities as options Option analogy The option to defer Sources of option value More real options Limitations of option analogy Some extensions The essential economic characteristic of options is: the flexibility to exercise or not possibility to choose best alternative walk away from bad outcomes Stocks and bonds are passively held, no flexibility Investments in real assets also have flexibility, projects can be: delayed or speeded up made bigger or smaller abandoned early or extended beyond original life-time, etc. 3 Finance: A Quantitative Introduction c Cambridge University Press Investment opportunities as options Option analogy The option to defer Sources of option value More real options Limitations of option analogy Some extensions Real Options Analysis Studies and values this flexibility Real options are options where underlying value is a real asset not a financial asset as stock, bond, currency Flexibility in real investments means: changing cash flows along the way: profiting from opportunities, cutting off losses Discounted
    [Show full text]
  • Show Me the Money: Option Moneyness Concentration and Future Stock Returns Kelley Bergsma Assistant Professor of Finance Ohio Un
    Show Me the Money: Option Moneyness Concentration and Future Stock Returns Kelley Bergsma Assistant Professor of Finance Ohio University Vivien Csapi Assistant Professor of Finance University of Pecs Dean Diavatopoulos* Assistant Professor of Finance Seattle University Andy Fodor Professor of Finance Ohio University Keywords: option moneyness, implied volatility, open interest, stock returns JEL Classifications: G11, G12, G13 *Communications Author Address: Albers School of Business and Economics Department of Finance 901 12th Avenue Seattle, WA 98122 Phone: 206-265-1929 Email: [email protected] Show Me the Money: Option Moneyness Concentration and Future Stock Returns Abstract Informed traders often use options that are not in-the-money because these options offer higher potential gains for a smaller upfront cost. Since leverage is monotonically related to option moneyness (K/S), it follows that a higher concentration of trading in options of certain moneyness levels indicates more informed trading. Using a measure of stock-level dollar volume weighted average moneyness (AveMoney), we find that stock returns increase with AveMoney, suggesting more trading activity in options with higher leverage is a signal for future stock returns. The economic impact of AveMoney is strongest among stocks with high implied volatility, which reflects greater investor uncertainty and thus higher potential rewards for informed option traders. AveMoney also has greater predictive power as open interest increases. Our results hold at the portfolio level as well as cross-sectionally after controlling for liquidity and risk. When AveMoney is calculated with calls, a portfolio long high AveMoney stocks and short low AveMoney stocks yields a Fama-French five-factor alpha of 12% per year for all stocks and 33% per year using stocks with high implied volatility.
    [Show full text]
  • Straddles and Strangles to Help Manage Stock Events
    Webinar Presentation Using Straddles and Strangles to Help Manage Stock Events Presented by Trading Strategy Desk 1 Fidelity Brokerage Services LLC ("FBS"), Member NYSE, SIPC, 900 Salem Street, Smithfield, RI 02917 690099.3.0 Disclosures Options’ trading entails significant risk and is not appropriate for all investors. Certain complex options strategies carry additional risk. Before trading options, please read Characteristics and Risks of Standardized Options, and call 800-544- 5115 to be approved for options trading. Supporting documentation for any claims, if applicable, will be furnished upon request. Examples in this presentation do not include transaction costs (commissions, margin interest, fees) or tax implications, but they should be considered prior to entering into any transactions. The information in this presentation, including examples using actual securities and price data, is strictly for illustrative and educational purposes only and is not to be construed as an endorsement, or recommendation. 2 Disclosures (cont.) Greeks are mathematical calculations used to determine the effect of various factors on options. Active Trader Pro PlatformsSM is available to customers trading 36 times or more in a rolling 12-month period; customers who trade 120 times or more have access to Recognia anticipated events and Elliott Wave analysis. Technical analysis focuses on market action — specifically, volume and price. Technical analysis is only one approach to analyzing stocks. When considering which stocks to buy or sell, you should use the approach that you're most comfortable with. As with all your investments, you must make your own determination as to whether an investment in any particular security or securities is right for you based on your investment objectives, risk tolerance, and financial situation.
    [Show full text]
  • Derivative Securities
    2. DERIVATIVE SECURITIES Objectives: After reading this chapter, you will 1. Understand the reason for trading options. 2. Know the basic terminology of options. 2.1 Derivative Securities A derivative security is a financial instrument whose value depends upon the value of another asset. The main types of derivatives are futures, forwards, options, and swaps. An example of a derivative security is a convertible bond. Such a bond, at the discretion of the bondholder, may be converted into a fixed number of shares of the stock of the issuing corporation. The value of a convertible bond depends upon the value of the underlying stock, and thus, it is a derivative security. An investor would like to buy such a bond because he can make money if the stock market rises. The stock price, and hence the bond value, will rise. If the stock market falls, he can still make money by earning interest on the convertible bond. Another derivative security is a forward contract. Suppose you have decided to buy an ounce of gold for investment purposes. The price of gold for immediate delivery is, say, $345 an ounce. You would like to hold this gold for a year and then sell it at the prevailing rates. One possibility is to pay $345 to a seller and get immediate physical possession of the gold, hold it for a year, and then sell it. If the price of gold a year from now is $370 an ounce, you have clearly made a profit of $25. That is not the only way to invest in gold.
    [Show full text]
  • Inflation Derivatives: Introduction One of the Latest Developments in Derivatives Markets Are Inflation- Linked Derivatives, Or, Simply, Inflation Derivatives
    Inflation-indexed Derivatives Inflation derivatives: introduction One of the latest developments in derivatives markets are inflation- linked derivatives, or, simply, inflation derivatives. The first examples were introduced into the market in 2001. They arose out of the desire of investors for real, inflation-linked returns and hedging rather than nominal returns. Although index-linked bonds are available for those wishing to have such returns, as we’ve observed in other asset classes, inflation derivatives can be tailor- made to suit specific requirements. Volume growth has been rapid during 2003, as shown in Figure 9.4 for the European market. 4000 3000 2000 1000 0 Jul 01 Jul 02 Jul 03 Jan 02 Jan 03 Sep 01 Sep 02 Mar 02 Mar 03 Nov 01 Nov 02 May 01 May 02 May 03 Figure 9.4 Inflation derivatives volumes, 2001-2003 Source: ICAP The UK market, which features a well-developed index-linked cash market, has seen the largest volume of business in inflation derivatives. They have been used by market-makers to hedge inflation-indexed bonds, as well as by corporates who wish to match future liabilities. For instance, the retail company Boots plc added to its portfolio of inflation-linked bonds when it wished to better match its future liabilities in employees’ salaries, which were assumed to rise with inflation. Hence, it entered into a series of 1 Inflation-indexed Derivatives inflation derivatives with Barclays Capital, in which it received a floating-rate, inflation-linked interest rate and paid nominal fixed- rate interest rate. The swaps ranged in maturity from 18 to 28 years, with a total notional amount of £300 million.
    [Show full text]
  • Empirical Properties of Straddle Returns
    EDHEC RISK AND ASSET MANAGEMENT RESEARCH CENTRE 393-400 promenade des Anglais 06202 Nice Cedex 3 Tel.: +33 (0)4 93 18 32 53 E-mail: [email protected] Web: www.edhec-risk.com Empirical Properties of Straddle Returns December 2008 Felix Goltz Head of applied research, EDHEC Risk and Asset Management Research Centre Wan Ni Lai IAE, University of Aix Marseille III Abstract Recent studies find that a position in at-the-money (ATM) straddles consistently yields losses. This is interpreted as evidence for the non-redundancy of options and as a risk premium for volatility risk. This paper analyses this risk premium in more detail by i) assessing the statistical properties of ATM straddle returns, ii) linking these returns to exogenous factors and iii) analysing the role of straddles in a portfolio context. Our findings show that ATM straddle returns seem to follow a random walk and only a small percentage of their variation can be explained by exogenous factors. In addition, when we include the straddle in a portfolio of the underlying asset and a risk-free asset, the resulting optimal portfolio attributes substantial weight to the straddle position. However, the certainty equivalent gains with respect to the presence of a straddle in a portfolio are small and probably do not compensate for transaction costs. We also find that a high rebalancing frequency is crucial for generating significant negative returns and portfolio benefits. Therefore, from an investor's perspective, straddle trading does not seem to be an attractive way to capture the volatility risk premium. JEL Classification: G11 - Portfolio Choice; Investment Decisions, G12 - Asset Pricing, G13 - Contingent Pricing EDHEC is one of the top five business schools in France.
    [Show full text]
  • Derivative Instruments and Hedging Activities
    www.pwc.com 2015 Derivative instruments and hedging activities www.pwc.com Derivative instruments and hedging activities 2013 Second edition, July 2015 Copyright © 2013-2015 PricewaterhouseCoopers LLP, a Delaware limited liability partnership. All rights reserved. PwC refers to the United States member firm, and may sometimes refer to the PwC network. Each member firm is a separate legal entity. Please see www.pwc.com/structure for further details. This publication has been prepared for general information on matters of interest only, and does not constitute professional advice on facts and circumstances specific to any person or entity. You should not act upon the information contained in this publication without obtaining specific professional advice. No representation or warranty (express or implied) is given as to the accuracy or completeness of the information contained in this publication. The information contained in this material was not intended or written to be used, and cannot be used, for purposes of avoiding penalties or sanctions imposed by any government or other regulatory body. PricewaterhouseCoopers LLP, its members, employees and agents shall not be responsible for any loss sustained by any person or entity who relies on this publication. The content of this publication is based on information available as of March 31, 2013. Accordingly, certain aspects of this publication may be superseded as new guidance or interpretations emerge. Financial statement preparers and other users of this publication are therefore cautioned to stay abreast of and carefully evaluate subsequent authoritative and interpretative guidance that is issued. This publication has been updated to reflect new and updated authoritative and interpretative guidance since the 2012 edition.
    [Show full text]
  • On the Pricing of Inflation-Indexed Caps
    On the Pricing of Inflation-Indexed Caps Susanne Kruse∗ ∗∗ ∗Hochschule der Sparkassen-Finanzgruppe { University of Applied Sciences { Bonn, Ger- many. ∗∗Fraunhofer Institute for Industrial and Financial Mathematics, Department of Finan- cial Mathematics, Kaiserslautern, Germany. Abstract We consider the problem of pricing inflation-linked caplets in a Black- Scholes-type framework as well as in the presence of stochastic volatility. By using results on the pricing of forward starting options in Heston's Model on stochastic volatility, we derive closed-form solutions for inflations caps which aim to receive smile-consistent option prices. Additionally we price options on the inflation de- velopment over a longer time horizon. In this paper we develop a new and more suitable formula for pricing inflation-linked options under the assumption of sto- chastic volatility. The formula in the presence of stochastic volatility allows to cover the smile effects observed in our Black-Scholes type environment, in which the exposure of year-on-year inflation caps to inflation volatility changes is ignored. The chosen diffusion processes reflect the macro-economic concept of Fisher ma- king a connection between interest rates on the market and the expected inflation rate. Key words: Inflation-indexed options, year-on-year inflation caps, Heston model, stochastic volatility, option pricing JEL Classification: G13 Mathematics Subject Classification (1991): 91B28, 91B70, 60G44, 60H30 1 1 Introduction The recent evolution on stock and bond markets has shown that neither stocks nor bonds inherit an effective protection against the loss of purchasing power. Decli- ning stock prices and a comparatively low interest rate level were and are not able to offer an effective compensation for the existing inflation rate.
    [Show full text]
  • Over-The-Counter Derivatives
    Overview Over-the-Counter Derivatives GuyLaine Charles, Charles Law PLLC Reproduced with permission. Published May 2020. Copyright © 2020 The Bureau of National Affairs, Inc. 800.372.1033. For further use, please visit: http://bna.com/copyright-permission-request/ Over-the-Counter Derivatives Contributed by GuyLaine Charles of Charles Law PLLC Over-the-counter (OTC) derivatives are financial products often maligned for being too complicated, opaque and risky. However, at their simplest form, OTC derivatives are quite straightforward and can be divided into three categories: forwards, options and swaps. Forwards A forward is a contract in which parties agree on the trade date, for the physical delivery of an agreed upon quantity of an underlying asset, for a specific price, at a future date. There are differing views as to when exactly forwards contracts first started being used, but it is accepted that forward contracts have been around for thousands of years. Throughout the years, forward contracts have allowed parties to protect themselves against the volatility of markets. For example, a manufacturer that requires sugar for the production of its goods may enter into a forward contract with a sugar supplier in which the manufacturer will agree that in three months the sugar supplier will provide the manufacturer with a specific quantity of sugar (X) in exchange for a specific amount of money (Y), all of which is negotiated today. Many factors can affect the price of sugar either positively or negatively – global supply, global demand, government subsidies etc., however, whether the price of sugar increases or decreases, the manufacturer knows that, unless its counterparty defaults, in three months it will be able to purchase X amount of sugar for $Y.
    [Show full text]
  • 13. Derivative Instruments. Forward. Futures. Options. Swaps
    13. Derivative Instruments. Forward. Futures. Options. Swaps 1.1 Primary assets and derivative assets Primary assets are sometimes real assets (gold, oil, metals, land, machinery) and financial assets (bills, bonds, stocks, deposits, currencies). Financial asset markets deal with treasury bills, bonds, stocks and other claims on real assets. The owner of a primary asset has a direct claim on the benefits provided by an asset. Financial markets deal with primary assets and derivative assets. Derivative assets are assets whose values depend on (or are derived from) some primary assets. Derivative assets (positions in forwards, futures, options and swaps) derive values from changes in real assets or financial assets, and actually even other indices, for example temperature index. Derivatives represent indirect claims on real or financial underlying assets. Types of derivatives: 1) forward and futures contracts 2) options 3) swaps 1.2 Forward and Futures 1.2.1 Forward Contract A forward contract obliges its purchaser to buy a given amount of a specified asset at some stated time in the future at the forward price. Similarly, the seller of the contract is obliged to deliver the asset at the forward price. Non-delivery forwards (NDF) are settled at maturity and no delivery of primary assets is assumed. Forward contracts are not traded on exchanges. They are over-the-counter (OTC) contracts. Forwards are privately negotiated between two parties and they are not liquid. Forward contracts are widely used in foreign exchange markets. The profit or loss from a forward contract depends on the difference between the forward price and the spot price of the asset on the day the forward contract matures.
    [Show full text]
  • Financial Markets and Financial Derivatives
    University of Houston/Department of Mathematics Dr. Ronald H.W. Hoppe Numerical Methods for Option Pricing in Finance Chapter 1: Financial Markets and Financial Derivatives 1.1 Financial Markets Financial markets are markets for financial instruments, in which buyers and sellers find each other and create or exchange financial assets. • Financial instruments A financial instrument is a real or virtual document having legal force and embodying or con- veying monetary value. • Financial assets A financial asset is an asset whose value does not arise from its physical embodiment but from a contractual relationship. Typical financial assets are bonds, commodities, currencies, and stocks. Financial markets may be categorized as either money markets or capital markets. Money markets deal in short term debt instruments whereas capital markets trade in long term dept and equity instruments. University of Houston/Department of Mathematics Dr. Ronald H.W. Hoppe Numerical Methods for Option Pricing in Finance 1.2 Financial Derivatives A financial derivative is a contract between individuals or institutions whose value at the maturity date (or expiry date) T is uniquely determined by the value of an underlying asset (or assets) at time T or until time T. We distinguish three classes of financial derivatives: (i) Options Options are contracts that give the holder the right (but not the obligation) to exercise a certain transaction on the maturity date T or until the maturity date T at a fixed price K, the so-called exercise price (or strike). (ii) Forwards and Futures A forward is an obligatory contract to buy or sell an asset on the maturity date T at a fixed price K.
    [Show full text]